algebraic equation
71Generic scalar transport equation — The generic scalar transport equation is a general partial differential equation that describes transport phenomena such as heat transfer, mass transfer, fluid dynamics (momentum transfer), etc. A general form of the equation is: frac{partial… …
72Modular equation — In mathematics, a modular equation is an algebraic equation satisfied by moduli, in the sense of moduli problem. That is, given a number of functions on a moduli space, a modular equation is an equation holding between them, or in other words an… …
73Real algebraic geometry — In mathematics, real algebraic geometry is the study of real number solutions to algebraic equations with real number coefficients.Real plane curvesSince the real number field is not algebraically closed, the geometry of even a plane curve C in… …
74quartic equation — An algebraic equation of the fourth degree, i.e., ax4+bx3+cx2+dx+e=0. Its resolution into a pair of quadratic equations, and hence its solution, depends upon the solution of a subsidiary cubic equation …
75linear equation — n. an algebraic equation whose variable quantity or quantities are in the first power only and whose graph is a straight line (Ex.: 2x + 3y 5 = 0) …
76simple algebraic extension — Math. a simple extension in which the specified element is a root of an algebraic equation in the given field. Cf. simple transcendental extension. * * * …
77simple algebraic extension — Math. a simple extension in which the specified element is a root of an algebraic equation in the given field. Cf. simple transcendental extension …
78polynomial equation — noun Any algebraic equation in which one or both sides are in the form of a polynomial …
79quadratic equation — An algebraic equation of the second degree (ax2 + bx + c = 0), whose solution is …
80quintic equation — An algebraic equation of the fifth degree. Unlike like equations of lower degree, its general solution (and that of equations of higher degree) cannot be expressed in terms of a finite number of root extractions …
